Brief Bibliography and Web Resources on Mapping Diagrams
(Mapping diagrams are also described as function diagrams, dynagraphs, parallel coordinate graphs, or cographs)

• 3Blue1Brown,What they won't teach you in calculus, A visual for derivatives which generalizes more nicely to topics beyond calculus. youtube, May 19, 2018, https://youtu.be/CfW845LNObM
  
  
• Mark Bridger, Dynamic Function Visualizer, College Mathematics Journal, Vol 27, (1996) .361-369, [http://www.math.neu.edu/~bridger/function_visualizer/FV.pdf]
• T. Brieske, Mapping Diagrams, continuous functions and derivatives, College Mathematics Journal, Vol 9 (1978) 67-72.
  
• Kai Chang, Visually Exploring Multidimensional Data, Presentation to OpenVis Conf 2013, YouTube, https://www.youtube.com/watch?v=ypc7Ul9LkxA (Published on Jun 7, 2013).
• P. Goldenberg, P. Lewis, and J O'Keefe, representation and the development of a process understanding of function, in E. Dubinsky and G. Harel, eds., the Concept of Function (MAA Notes, vol. 5), MAA, 1992, 235-260
• Larry Gonick, The Cartoon Guide to Calculus (Cartoon Guides) (Paperback, HarperCollins, 2012). See this example I have put in a Geogebra Book: https://www.geogebra.org/m/M6WFQXwa.
  
• J.E. Graver, A Geometric approach to linear functions, College Mathematics Journal  26:5 (1995) 389-394.
• Alfred Inselberg. Parallel Coordinates: Visual Multidimensional Geometry and Its Applications  (Springer, Oct 8, 2009)
  
• Henri Picciotto, Function Diagrams http://www.mathedpage.org/func-diag/index.html
• PTMT Project, Preparing to Teach Mathematics with Technology: An Integrated Approach to Algebra (To appear)
  
• D.E. Richmond, Calculus- A new look, American Mathematical Monthly 70 (1963) 415-423.
• Michael Spivak, Calculus (W.A. Benjamin Inc.,  1967) See especially p. 73.
  [http://archive.org/stream/Calculus_643/Spivak-Calculus#page/n85/mode/2up]
  
• Sherman Stein and Anthony Barcellos , Calculus and Analytic Geometry, 5th Edition (McGraw-Hill, 1992)
• James Stewart, Calculus: Early Transcendentals, 7th Edition (2012, Brooks/Cole, Cengage Learning) See page A 43.
  
• H. Swann and J. Johnson, Prof. E. McSquared's Calculus Primer,
  William Kaufmann, Inc., Part I, 1975; Part II, 1976; Second Edition; 1978; Expanded Intergalactic Version, Janson Publications, 1989; Reprinted by Dyer & Swann Publications, 2002.
• Geometers Sketchpad: http://www.dynamicgeometry.com/JavaSketchpad/Gallery/Trigonometry_and_Analytic_Geometry/Dynagraphs.html
• Charles Wells, abstractmath.org website. Of special relevance :Endograph and cograph of real functions which appeared as a posting in the blog Gyre&Gimbel
• Underground Mathematics (Cambridge University)
  
  mapping-a-function
  mapping-a-derivative
  chain-mapping
• Wolfram:
• http://demonstrations.wolfram.com/Dynagraphs/
• http://demonstrations.wolfram.com/ComposingFunctionsUsingDynagraphs/